A. Eschenlohr, R. Shi, J. Chen, P. Zhou, U. Bovensiepen, W. Hübner, G. Lefkidis
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引用次数: 0
摘要
金属表面上的金属有机分子吸附剂既有可能为未来的(自旋)电子学应用生成材料,也有可能让人们从根本上更好地理解分子与基底的相互作用,前提是可以有针对性地分析和/或操纵这类界面的电子特性。为了研究这类界面上的电子相互作用,我们测量了吸附在铜(001)上的八乙基卟啉铁(FeOEP)产生的光学二次谐波(SHG),并利用包括光学激发在内的耦合簇方法进行了电子结构计算。我们发现,与裸铜(001)表面相比,FeOEP/Cu(001)的 SHG 响应在 2.15-2.35 eV 基本光子能量处发生了改变。我们的偏振依赖性分析表明,$chi_{zzz}^{(2)}$非线性感性张量元素主导了这种改变。第一原理计算证实了这一效应,并得出结论:在 $\hbar\omega \geq 2$ eV 的分子跃迁会产生共振增强的 SHG。我们的研究结果表明,$\chi^{(2)}_{zzz}$ 的增强源于分子与基底相互作用的强电荷转移特性。我们的研究结果表明,表面 SHG 适用于表征此类界面,并有潜力将其用于光诱导电子动力学的时间分辨 SHG 实验。
Resonant molecular transitions in second harmonic generation spectroscopy of Fe-octaethylporphyrin adsorbed on Cu(001)
Metal-organic molecular adsorbates on metallic surfaces offer the potential
to both generate materials for future (spin-)electronics applications as well
as a better fundamental understanding of molecule-substrate interaction,
provided that the electronic properties of such interfaces can be analyzed
and/or manipulated in a targeted manner. To investigate electronic interactions
at such interfaces, we measure optical second harmonic generation (SHG) from
iron-octaethylporphyrin (FeOEP) adsorbed on Cu(001), and perform electronic
structure calculations using coupled cluster methods including optical
excitations. We find that the SHG response of FeOEP/Cu(001) is modified at
2.15-2.35 eV fundamental photon energy compared to the bare Cu(001) surface.
Our polarization-dependent analysis shows that the $\chi_{zzz}^{(2)}$
non-linear susceptibility tensor element dominates this modification. The
first-principles calculations confirm this effect and conclude a resonantly
enhanced SHG by molecular transitions at $\hbar\omega \geq 2$ eV. We show that
the enhancement of $\chi^{(2)}_{zzz}$ results from a strong charge-transfer
character of the molecule-substrate interaction. Our findings demonstrate the
suitability of surface SHG for the characterization of such interfaces and the
potential to employ it for time-resolved SHG experiments on optically induced
electronic dynamics.